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mafiozo [28]
3 years ago
14

Why is observational learning difficult to explain in terms of operant conditioning?

SAT
2 answers:
kodGreya [7K]3 years ago
8 0

Could be cuz they're different. Observational learning extends the effective range of (both) operant and classical conditioning. During operant conditioning, one learns through (direct) experience. With observational learning you observe how it's done and then you do it. With children and even adults one way may not work.

(positive and negative reinforcement strengthen behavior; punishment, response cost, and extinction weaken behavior).

If I didn't explain it well lmk and I'll try again.

RoseWind [281]3 years ago
4 0

Answer:

Children may not only repeat bad language, but can also learn other negative behaviors, such as aggression, from watching adults. ... American psychologist, Albert Bandura, chose to focus on the how these aggressive behaviors are learned.

Explanation:

pls. mark brainliest plsss ಥ‿ಥ

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The base of s is the region enclosed by the parabola y = 3 − 2x2 and the x−axis. Cross-sections perpendicular to the y−axis are
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The volume of the base of the region enclosed by the parabola is; V = 9

<h3>Integral Volume of a Solid</h3>

The length of each cross-section is determined by the horizontal distance (parallel to the x-axis) from one end of the parabola to the other.

Thus;

y = 3 - 2x²

Making x the subject gives us;

x = ±√[(3 - y)/2]

Thus;

The horizontal distance is;

√[(3 - y)/2] - (-√[(3 - y)/2])

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Section 1.2
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The option that is not a correct description of the distribution of the amount spent by the 50 shoppers at the grocery store is D) The distribution is uniform, with all values equally likely.

<h3>What is a stemplot?</h3>

A stemplot is a graphical way of displaying numerical data that uses place value to group the data. The leftmost digits of the data values form the stem, and the rightmost digits form the leaf.

The distribution is symmetric, because the left and right halves of the stemplot are roughly mirror images of each other. The mean and median are both about $25, because the middle value of the data is $25, and the sum of the data values divided by the number of data values is also $25. The distribution is not skewed to the right or left, because there are no long tails or outliers on either side of the peak.

Learn more about stemplot on:

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Complete question

The stemplot displays data on the amount spent by 50 shoppers at a grocery store. Note that the values have been rounded to the nearest dollar.

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